<snapdata remixID="14266046"><project name="Pinwheel Program Lab" app="Snap! 10.5.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel Program Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="doWarp"><script><block s="forward"><block var="size"/></block><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block></script></block-definition><block-definition s="Pinwheel, Branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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